Investment Calculator
See how a fixed deposit, PPF, EPF or any compounding investment grows, lump sum or yearly contributions, with a year-wise breakup.
Set up your investment
Pick a preset to load typical rates, or choose Custom and set everything yourself.
Your maturity value
Compounded quarterly at 6.8% p.a.
Year-wise growth
Opening balance, deposits and interest credited each year.
| Year | Opening | Deposit | Interest | Closing |
|---|
Compound interest, demystified
Interest that itself earns interest, the frequency of compounding and the length of time do most of the work.
The formula
For a one-time lump sum, the maturity value follows the standard compound-interest equation:
where P = amount invested, r = annual rate, m = compounding periods per year, and t = years.
For yearly contributions (like PPF), each deposit is added at the start of the year and the whole balance then grows by the year's effective factor f = (1 + r/m)m. The calculator runs this loop year by year, exactly what feeds the table and chart above.
More frequent compounding lifts the effective annual yield: 6.8% compounded quarterly is an effective ~6.975% per year, which is why banks quote both "rate" and "annualised yield" on FD leaflets.
Worked examples
| Investment | Invested | Maturity |
|---|---|---|
| FD, ₹2,00,000 @ 6.8%, quarterly, 5 yrs | ₹2,00,000 | ₹2,80,188 |
| PPF, ₹1,50,000/yr @ 7.1%, 15 yrs | ₹22,50,000 | ₹40,68,209 |
The FD earns ₹80,188 of interest in five years. The PPF investor deposits ₹22.5 lakh over fifteen years and collects about ₹18.2 lakh of entirely tax-free interest on top, the long runway and yearly compounding turn a modest 7.1% into serious wealth. Note the contrast: FD interest is taxed at your slab every year, while PPF interest is exempt, so the post-tax gap is even wider than it looks.